{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "TPblP70RZoQD"
      },
      "source": [
        "# SpikeVision Test"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "j1HOtQ93l4qa",
        "outputId": "3f407944-6e49-4b30-824f-a89645798007"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "fatal: destination path 'snntorch' already exists and is not an empty directory.\n"
          ]
        }
      ],
      "source": [
        "!pip install snntorch"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "WZth_wmDYx5l"
      },
      "outputs": [
        {
          "ename": "ModuleNotFoundError",
          "evalue": "No module named 'snntorch'",
          "output_type": "error",
          "traceback": [
            "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
            "\u001b[1;31mModuleNotFoundError\u001b[0m                       Traceback (most recent call last)",
            "\u001b[1;32m<ipython-input-1-4efde1f38635>\u001b[0m in \u001b[0;36m<module>\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[1;32mimport\u001b[0m \u001b[0msnntorch\u001b[0m \u001b[1;32mas\u001b[0m \u001b[0msnn\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m      2\u001b[0m \u001b[1;32mfrom\u001b[0m \u001b[0msnntorch\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mspikevision\u001b[0m \u001b[1;32mimport\u001b[0m \u001b[0mspikedata\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
            "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'snntorch'"
          ]
        }
      ],
      "source": [
        "import snntorch as snn\n",
        "from snntorch.spikevision import spikedata"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "SRk6IlX3UB3t"
      },
      "source": [
        "## Downlaod Dataset"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 234,
          "referenced_widgets": [
            "c154e80dcd7b4060bd7010b57eb555a2",
            "17031d4530bc40679dc9d87b0c1cb4d3",
            "e8551df8ad78424eb173325ed8fd2d0d",
            "6e58e93a90874582972318c3b8b0d28d",
            "7b8e00558da74923bcbb0fd94e8b5239",
            "ade36e0f34084baaa9545d8492e4b278",
            "c57bdba4d3ae44708cb3d29b3c6ef76f",
            "28715282f75c4c7a8c52e14ae66fdc1e",
            "f0527c7b6fa24f3db1c91819d31c4950",
            "093ba0f440614198871c5a0d7190226e",
            "3f450a34b1f845f8b30a39f3aa87b19f",
            "8531cea78e284566bdb6d650a81d4edc",
            "ce01a9fb088041eb884837385841df2f",
            "f7a1418251554c46b90a2e058eab8b23",
            "83f6dbd319f643488a4dfd0967664336",
            "bd49a57962b845dfaf006535a40df7a3"
          ]
        },
        "id": "W3vKlBvha59s",
        "outputId": "ed492df0-e2fb-49fe-b521-50c64c2a0eec"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "The following files do not exist, will attempt download:\n",
            "dataset/shd/shd_train.hdf5\n",
            "dataset/shd/shd_test.hdf5\n",
            "Downloading https://compneuro.net/datasets/shd_test.h5.gz to dataset/shd/shd_test.h5.gz\n"
          ]
        },
        {
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "c154e80dcd7b4060bd7010b57eb555a2",
              "version_major": 2,
              "version_minor": 0
            },
            "text/plain": [
              "HBox(children=(FloatProgress(value=1.0, bar_style='info', max=1.0), HTML(value='')))"
            ]
          },
          "metadata": {
            "tags": []
          },
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Extracting dataset/shd/shd_test.h5.gz to dataset/shd\n",
            "Downloading https://compneuro.net/datasets/shd_train.h5.gz to dataset/shd/shd_train.h5.gz\n"
          ]
        },
        {
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "f0527c7b6fa24f3db1c91819d31c4950",
              "version_major": 2,
              "version_minor": 0
            },
            "text/plain": [
              "HBox(children=(FloatProgress(value=1.0, bar_style='info', max=1.0), HTML(value='')))"
            ]
          },
          "metadata": {
            "tags": []
          },
          "output_type": "display_data"
        },
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "Extracting dataset/shd/shd_train.h5.gz to dataset/shd\n",
            "Creating shd.hdf5...\n",
            "shd.hdf5 was created successfully.\n"
          ]
        }
      ],
      "source": [
        "# note that a default transform is already applied to keep things easy\n",
        "train_ds = spikedata.SHD(\"dataset/shd\", train=True)\n",
        "test_ds = spikedata.SHD(\"dataset/shd\", train=False)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "0T3EgUtkk1iH",
        "outputId": "4d19117c-e616-470a-837d-c3a414745961"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "Dataset SHD\n",
              "    Number of datapoints: 8156\n",
              "    Root location: dataset/shd/shd.hdf5\n",
              "    StandardTransform\n",
              "Transform: Compose(\n",
              "               Downsample(dt = {0}, dp = {1}, dx = {2}, dy = {3})\n",
              "               ToChannelHeightWidth()\n",
              "               ToCountFrame(T=1000)\n",
              "               ToTensor(device:cpu)\n",
              "               hflip()\n",
              "           )\n",
              "Target transform: <function identity at 0x7fb8cf90d3b0>"
            ]
          },
          "execution_count": 10,
          "metadata": {
            "tags": []
          },
          "output_type": "execute_result"
        }
      ],
      "source": [
        "train_ds"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ms7keWh-ksw7"
      },
      "source": [
        "## Create DataLoaders"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "L5nayuYvkf2R"
      },
      "outputs": [],
      "source": [
        "from torch.utils.data import DataLoader\n",
        "\n",
        "train_dl = DataLoader(train_ds, shuffle=True, batch_size=64)\n",
        "test_dl = DataLoader(test_ds, shuffle=False, batch_size=64)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "JSZ0ryWLUTKA"
      },
      "source": [
        "## Play with Data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ZmOAoGogk7CV",
        "outputId": "5204b9a8-978f-44cf-e14f-db60c31d3da9"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "torch.Size([1000, 700])"
            ]
          },
          "execution_count": 12,
          "metadata": {
            "tags": []
          },
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# get a feel for the data\n",
        "\n",
        "test_dl.dataset[0][0].size()  #index into sample 0"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "WMzSTIj6UYYe"
      },
      "source": [
        "## Plot Data"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 354
        },
        "id": "TzpeG8Shedze",
        "outputId": "22f0ad69-a013-444f-9b46-7147891057b2"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "torch.Size([1000, 700])\n"
          ]
        },
        {
          "data": {
            "text/plain": [
              "<matplotlib.collections.PathCollection at 0x7fb93539ecd0>"
            ]
          },
          "execution_count": 14,
          "metadata": {
            "tags": []
          },
          "output_type": "execute_result"
        },
        {
          "data": {
            "image/png": 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            "text/plain": [
              "<Figure size 720x360 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "import matplotlib.pyplot as plt\n",
        "import snntorch.spikeplot as splt\n",
        "\n",
        "n = 2000\n",
        "\n",
        "print(test_dl.dataset[n][0].size())\n",
        "\n",
        "fig = plt.figure(facecolor=\"w\", figsize=(10, 5))\n",
        "ax = fig.add_subplot(111)\n",
        "\n",
        "splt.raster(test_dl.dataset[n][0], ax, s=1.5, c=\"black\")"
      ]
    }
  ],
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      "collapsed_sections": [],
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